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Question

JEzatclzs =equcuze {2n } aid to be Ccuchy KV > U JeN #l#e N,i." > N Isn -ml< . Fil ku tb dulaL @: *w Izllowing pusl (EatevOry coytrgert #quCDcO Cauz1%,S646 wich ~ura KCIl Llr= 6>1 Cl & Nauch Ik4 vk € N #>N I" = 2<{ Now skow tkut tbbs N setiatisa (ha dlicinz cexlition fer Cxuchy;

JEzatclzs = equcuze {2n } aid to be Ccuchy K V > U JeN #l#e N, i." > N Isn -ml< . Fil ku tb dulaL @: *w Izllowing pusl (EatevOry coytrgert #quCDcO Cauz1%, S646 wich ~ura KCIl Llr= 6>1 Cl & Nauch Ik4 vk € N #>N I" = 2<{ Now skow tkut tbbs N setiatisa (ha dlicinz cexlition fer Cxuchy;



Answers

Draw a structure corresponding to each name.

a. 2,4-dimethyl-3-hexanamine
b. $N$-methylpentylamine
c. $N$-isopropyl-p-nitroaniline
d. $N$-methylpiperidine
e. $N,N$-dimethylethylamine
f. 2-aminocyclohexanone
g. $N$-methylaniline
h. $m$-ethylaniline

Right for the cities in the valley nature as then as to in Austrian and exploring proposed to evaluate here K. Times to antique. So he gave Giants to end speaking. Given us state times to win victoria over through a negative victoria times victory. Well I guess we can write that We'll stay Times two in shines through in negative one victoria over Julian negative victoria Times K. Times -1. That story that's canceled now. So let's find him. You have to 91 Victoria over to negative K. And given as a negative one negative nearly one bell between a dictate Science generally one sectorial. So it's coming up to me to win trying to get Julian negative one B. B. Negative what Now? Let's evaluate the cities or and So we have Anthony equal submission. Okay equals one to win to win The 1 -1. B. You need to do why we can take to an outside it's constant and evaluate now the series the mission cake will do want to end We're nearly one BQ -1. We'll just put the values here. Okay one x 1. So what's the matter with True end times we have when negative one video plus Do a negative one the one and so on. So we get it get it chilled to a negative one. Be a -1. OK. We'll end we get this. No if you just analyze your separately the cities that has given us Doing nearly 10 Well 3 -131 And so on plus 21 the negative one blood and so on To a negative one B. Doing anyone not unless this year there's only one T zero close to a negative one T. One and so on 22 -1 C. to an 81. Some of this here is what's coming out to be to the power Children negative one that you get now. We have the cities here from deal to 1 2 and -1. That means this city is here Despite of the city's here complete cities but we're just evaluating now right here still here. If you look at the number of terms here, the middle terms is to a negative one plus one. The number of companies do a negative one last one that is to enter maybe divide to win over to we get asked and knowledge moving from needle True and -1. So we have anthems right? So this contain here in terms and then this contain here and um So some of half of the five Will be given us 1/2 times. So we get a dance for some for the series here. Their behalf of communities. Islam is coming attributes so you get too many times 20 I'm clean up harmful cordoba do and everyone the portion rises. Why half of that? Because After this we have and -1. What happened? Let's we have we get We're starting from here. Deal one and so on. But you see here the first jump and the last room would be equal. Normally the second job, second last job. The unequal. So here we have this jump here we have the next job and before then that jump so it is coming up to be talk of that that jump they will be equal cool harvest here some is some of the half is equal to some of the hub. Another hub. Because near the property here that we use that is and they are equal empty and negative art for any kind of cities like this. We have been a real serious for efficient. Some of the proficient we have have to see it. If you go to the next stop on the corruptions having a vote because they're being happy. The number of terms is to and that is even so let's stop will be equal to write up the sum. So we got this now and now we can simplify this. So we're turning out to be to win times we have we get through the car chew in negative True or that has given us and times to the power two N. Negative what That is coming out to be Anson next year to find north for S. U. N. So for S. Um replace and with two and so we get too many times put the power True times two N. Negative one. That's coming after me 20 times to the Bark four and negative what? And that has given us and time go to the bar do it. We started with this authentic quotation gave all the one to end. It was given a portion. Actually I don't see your baby hatch mm for and it's changing So now the final quality S three and We'll talk about here as three and so it calls for At Equal Commission Kick 1 2 we end it is to me in here Gig was 1 2 free and eight times 2 and think it two and Stephen when I was just not from here take a look korean so kick okay Equal 1 2 to end as we know that is encoded about to win. But after that we take like to win me 2 1 plus one or 20 22 or 23. And so we have that U. n. c two n plus one plus and so on. Do NT three and that includes zero. We will last three months. That's coming out to be 10 times during the par Children. We go 10 on top of this 10 times to the bar Julian. Similarly just put here for S for entering information gate was 124 and we have killed U. N. Figure we have seen reasoning. Here We go. Like we have 22 n plus one till 23 and until 20 four. And patrol came out to be a little so after that we have all the germs doesn't matter where you go. So we get the same answer has given us and times to Aruba Julian. So do we have a work solution next to that statue and let you go? And the last one was as one. Thank you.

So we're being asked to answer the multiple choice question. So were given one of our seek ours. Siri's properties, where we're trying to find the some of a series starting with the first term through the end term. All of this one near term, just k. Well, it's equal the one plus two plus three plus dot, dot dot to end. Well, Like I said, this is one of our properties. And so this would be also found by using a formula n times the quantity of n mind Sorry and plus one all divided by two. So what we find is this is choice be

We're being asked to fill in the blank so they give us the summation notation for the sequence for K equals one toe, end of K for one plus two plus three plus all the way up till end. And what would that be equal to? Well, this is one of our special properties, and this would be equal to end times and plus one all divided by two. So if you're looking at your answer choices, this will be choice. Be so choice be, should be your answer.

Okay, So for this question, we're gonna be naming a few more bucks Selic acid derivatives. And we're gonna start weeks wrestle rope unknowing, and that the oei ending means of this is gonna be an Esther. And the proof prefix means that this is going to be three carbon gene, you know, Thanks. And the next one we're gonna do anythings Ethel P Nitro benzo. It's was maybe another estes. But we're going to have a benzene ring and natural being on either side of it. And also a nitro group attached. Start by drawing the benzene touch. That Mestre group and the Ethel on the other side in the Nitro group is going to be a pair of Teoh the Ester Group as we conceive from the P in the name. So the next morning we're going to do is dimethyl Mallonee, and that's gonna be another Esther. This is gonna be a common name, and that's the Melanie is going to be a symmetrical Esther. Risk a three carbon based. So we'll start by drawing that. And then Stein ruffles ordinate draw to Michael groups on either side. So, for part deep, we have and and dime Ethel been and cells in avian and need risk a Benzie group on the one side and two methyl groups on the other. And the two ends indicate that the method groups are going to be the ones attached to the nitrogen. While the benzene is gonna be a catch this carbon, you'll Corbyn we have the structure. And for part E, we have contained my trial. So of the name my trial means that it's gonna have a CNN attached to the carbon chain. So painting is gonna be five Corbyn's and then the triple bond to the end. For the CNN attached to that carbon gene over, we have dimethyl Falih. That's gonna be another symmetric Esther that's gonna include a benzene ring in the middle. So we'll start with that and little branch off the Esther's on either side. And then it's dime Ethel. So then two methyl groups coming off and then for part G, we di probe O'Malley eight. So that's another symmetrical Esther, a common name that Mallia is going to be the three carbon based with one double bond in the middle. And then we branch off into Lester's. We'll start with that for a double bond in the middle there. So bird and then we have X Turner's when it's diaper opal. So that means we're gonna have to purple groups coming off either side. So it's three Corbyn Jane's and for Port H, we have an and dimethyl former need. So this is gonna be a formaldehyde derivative. That's morning carbon. And then the am, you'd did You just want carving. We're gonna have a h there and said in a CH three and then since his dimethyl, we have to methyl groups coming off of the nitrogen. So the part I, uh, to Burma pro Pinole bromide. So this is gonna be in a seal. Hey, lied. We'll start with the carbon base. Well, it's broken novel, so it's gonna be three carbons, and we have the worldwide attach where the meal oxygen and then the broom. A group was at the second carbon. So that'll be like a prayer. Men in the last part weren't J. We have diaphanous noose any. So this is another symmetrical Esther, and it's going to start with a three carbon base and the chill Esther's coming off of it. Or a four cover Mace strong because the new Marvin's the oxygen's and then you have Esther groups. And then it's di ethyl. So we're gonna have a two carbon Jane Jane coming off of either side, uh, being Crestor, drawing on a little better.


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